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2021•Journal of Al-Qadisiyah for Computer Science and MathematicsOpen access

Multistep Iterative Algorithms for Solving Nonlinear Equation

Mohammed Rasheed, Suha Najeeb Shihab, Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamed, Farazdack Fawzi Hamed Alshebeeb

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Abstract

We present two new iterative methods, called the Secant and Dekker's Algorithms for solving nonlinear equations in this paper. These equations based on different values of load resistance R of a single diode scheme. We examined the effectiveness of these iterative methods by approximating the simple zeros of afford nonlinear equations. The approximate solutions of the numerical methods are accurate, stable, consistent and easy to use.

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What this paper is about

We present two new iterative methods, called the Secant and Dekker's Algorithms for solving nonlinear equations in this paper. These equations based on different values of load resistance R of a single diode scheme. We examined the effectiveness of these iterative methods by approximating the simple zeros of afford nonlinear equations. The approximate solutions of the numerical methods are accurate, stable, consistent and easy to use.

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Available abstract

We present two new iterative methods, called the Secant and Dekker's Algorithms for solving nonlinear equations in this paper. These equations based on different values of load resistance R of a single diode scheme. We examined the effectiveness of these iterative methods by approximating the simple zeros of afford nonlinear equations. The approximate solutions of the numerical methods are accurate, stable, consistent and easy to use.

Key concepts: Nonlinear system, Iterative method, Simple (philosophy), Algorithm, Mathematics, Applied mathematics, Newton's method, Scheme (mathematics)

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